AbstractWe compute a set of generators of the ring of invariants for a set of straight lines in 3-dimensional projective space, using the symbolic method introduced by F. Grosshans, G.-C. Rota, and J. A. Stein in “Invariant Theory and Superalgebras” (Amer. Math. Soc., Providence, RI, 1987). A geometric interpretation of the invariants is given
Abstract. The classical invariant theory from the 19th century is used to deter-mine a complete syst...
no noteThis paper studies the invariant theory for its applications to computer vision. In the first...
2000 Mathematics Subject Classification: Primary 20F55, 13F20; Secondary 14L30.We construct invarian...
This paper describes a pair of projectivity invariants of four lines in three dimensional projective...
AbstractThis paper focuses on two underlying questions for symbolic computations in projective geome...
International audienceWe are interested in the applications of invariant theory to computer vision p...
AbstractWe discuss possible applications of invariant theory to unsolved problems in applied geometr...
Let G be a simple algebraic group. Labelled trivalent graphs called webs can be used to produce inva...
The 1911 Grunwald - Blaschke mapping is reviewed from the point of view of a particular Clifford alg...
Let F be a finite field, an algebraically closed field, or the field of real numbers. Consider the v...
We discuss possible applications of invariant theory to unsolved problems in applied geometry. In pa...
An overview of geometric invariant theory as it applies to moduli spaces of point and line configura...
In this paper, we show how to treat projective configurations of points in an invariant way. By this...
O. In t roduct ion There are several approaches to the construction of invariants of a three-dimensi...
Let F be a finite field, an algebraically closed field, or the field of real numbers. Consider the v...
Abstract. The classical invariant theory from the 19th century is used to deter-mine a complete syst...
no noteThis paper studies the invariant theory for its applications to computer vision. In the first...
2000 Mathematics Subject Classification: Primary 20F55, 13F20; Secondary 14L30.We construct invarian...
This paper describes a pair of projectivity invariants of four lines in three dimensional projective...
AbstractThis paper focuses on two underlying questions for symbolic computations in projective geome...
International audienceWe are interested in the applications of invariant theory to computer vision p...
AbstractWe discuss possible applications of invariant theory to unsolved problems in applied geometr...
Let G be a simple algebraic group. Labelled trivalent graphs called webs can be used to produce inva...
The 1911 Grunwald - Blaschke mapping is reviewed from the point of view of a particular Clifford alg...
Let F be a finite field, an algebraically closed field, or the field of real numbers. Consider the v...
We discuss possible applications of invariant theory to unsolved problems in applied geometry. In pa...
An overview of geometric invariant theory as it applies to moduli spaces of point and line configura...
In this paper, we show how to treat projective configurations of points in an invariant way. By this...
O. In t roduct ion There are several approaches to the construction of invariants of a three-dimensi...
Let F be a finite field, an algebraically closed field, or the field of real numbers. Consider the v...
Abstract. The classical invariant theory from the 19th century is used to deter-mine a complete syst...
no noteThis paper studies the invariant theory for its applications to computer vision. In the first...
2000 Mathematics Subject Classification: Primary 20F55, 13F20; Secondary 14L30.We construct invarian...
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